Recent content by Zoja

##i_1=-I_1+I_2## ##i_2=I_1-2I_2+I_3## ##i_3=I_2-I_3##

I tried using Kirchhof's current law, and to pose the problem in matrix form as ##\frac{dv}{dt}=Mv## with## v## the vector of the ##3## potentials at nodes ##1, 2## and ##3##, and ##M## is a ##3x3## matrix. it would be enough to show me which will be the differential equations, I would proceed...

Hello everyone, I am Zoja, and I've recently graduated from the faculty of Medicine in my home country. I joined this forum because I am preparing for my postgraduate studies which will be in the field of physiology and biophysics. :)